Nanoparticle Radiosensitization: from extended local effect modeling to a survival modificationframework of compound Poisson additive killing and its carbon dots validation
Hailun Pan, Xiaowa Wang, Aihui Feng, Qinqin Cheng, Xue Chen, Xiaodong, He, Xinglan Qin, Xiaolong Sha, Shen Fu, Cuiping Chi, Xufei Wang

TL;DR
This paper introduces a novel analytical framework, the compound Poisson additive killing model, to predict nanoparticle radiosensitization effects, validated with carbon dots on HepG2 cells, improving accuracy over traditional local effect models.
Contribution
It proposes a new survival modification framework replacing local effect modeling, with practical concentration-dependent corrections validated by experimental data.
Findings
High accuracy of the CPK model in predicting radiosensitization.
Prediction errors within 2% for specific concentration ranges.
Validated model effectively accounts for nanoparticle agglomeration effects.
Abstract
Objective: To construct an analytical model instead of local effect modeling for the prediction of the biological effectiveness of nanoparticle radiosensitization. Approach: An extended local effects model is first proposed with a more comprehensive description of the nanoparticles mediated local killing enhancements, but meanwhile puts forward challenging issues that remain difficult and need to be further studied. As a novel method instead of local effect modeling, a survival modification framework of compound Poisson additive killing is proposed, as the consequence of an independent additive killing by the assumed equivalent uniform doses of individual nanoparticles per cell under the LQ model. A compound Poisson killing (CPK)model based on the framework is thus derived, giving a general expression of nanoparticle mediated LQ parameter modification. For practical use, a simplified…
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